THE ZENER-STROH mechanism of microcrack nucleation by a dislocation pi
le-up or band impinging upon an interface has been believed to be one
of the basic mechanisms of microcrack nucleation in polycrystalline ma
terials. In the case of different elastic properties of composite cons
tituents, this problem is accurately solved in the present paper. The
minimum number of elementary dislocations in the band necessary to for
m a microcrack, as well as the interface microcrack length are found i
n terms of physical properties and the number of elementary dislocatio
ns in the band. A band bears a stronger singularity than a pile-up, an
d therefore the obtained solution can serve as an upper bound estimate
of the solution for the pile-up. The results of the paper may be used
for the direct measurement of the true interface surface energy by an
experimental observation of the nucleation of an interface microcrack
.